<snapdata remixID="10918916"><project name="2.1 Squares and Triangles Redux_Laniaya Dennis" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3XmcW1XZB/Dfk9kyyXSDdjJlKdRSoFOWlkrTsoqsomwqiygIKKAoS9sZ0Fd836ooS9NOATcUQVRUFlGggKXsi0xayqJ2WCvSQjuZAt0mmcySPO/nTplOks7k5s7cJDfJ7/6lzLnnPOd77vQ3ubmLgNvgAu5wCEBteiIJIuqZZT/j1nFwu9pM+xU8iA7vyabt2IACFKAABRwlII6qxknFVLdfBZXrTEqKIxrzASM/yErp1e1LoPJZ076j8VpgxAbTdmxAAQpQgAKOEWAAD7gUWgl3pB1AhclK3Yao92tZXU13uBtAuckY/0HUOymrdbBzClCAAhSwVYABPBBndfivUJxqIt2BqNdj62oM1FlV+BIIfmY6TlnZsQi7HzNtxwYUoAAFKOAIAQZw6jK4N00EKlYDMLP5GqLe23KyitXtG6Ey2mSsMKLempzUw0EoQAEKUGDYAmYhM+wBCq4Dd3gVgPr0dct/EfVMzNncKjZOQ1nlyxmM92NEvVdn0I5NKEABClAgzwIM4MQFqAqfBMEDpmtSptMRrnnFtJ2dDdzhfwHYz6TLOKLeMjuHZV8UoAAFKJAdAQZwoqu7fRMgo9JT6xOI1hydneVI16tWwx0Jm58al2cQ9RyZ+/o4IgUoQAEKWBFgAPdpVUcCUJ2XHk96EK3eGZAtVpBta+tuvxUQ86uuozIB8Ky1bVx2RAEKUIACtgswgHtJdSTcHR8Cmv52H9EmdNTMtX0VrHToDncCqDTZZR2i3l2tdMu2FKAABSiQWwEGsOHtbn8MEJPTyroZ0RqzK5Gzv3ru9nMBucN0IBdORcR7v2k7NqAABShAgbwIMIC97dMQE/MrjBUno9P7YF5WKXVQd7gVgM+klk5EvW5H1MsiKEABClBgBwEGsDv8PoBdTI6N1xD1mtyalMuja/NkuMvfNB1R5UZ0eq4wbccGFKAABSiQc4HSDuDqyF+havbEKwW6JyE6+p2cr066Ad3hFwBk8BKIrk8hOuZpR9XOYihAAQpQwPRpT8VLNCK6N7pjb5hOUHA/OrxmIW3aTVYauMMxAK70fRtXbnvMnmmdlfLYKQUoQAEKDC5Qup+A3eHbAZxncnB0I+qpAaTLkQeRO3wNgO+Z1hb1lu46m+KwAQUoQIH8CJTuP8zuyOOAftrk0+N6RD1m3w/nZ+V6R43sDreuMS2AAWxKxAYUoAAFci1QugFcFf4MBA+bgjvp6ufUYjO6gEwUUY/JaWpTBTagAAUoQAGbBUo3gA3IqvbNEBmZ1lSxEZ3enWx2H3531ZEzofpn045E/ogOz5dN27EBBShAAQrkVKC0AxhbxsJd1mb+fGW9FtGa/8npypgN5g53GI8QMWnWjqh3hFlX/DkFKEABCuReoMQDGEB1+KdQfCs9fe8zoEcBEsn9Eg0wYlVkMUQvN60l2rM3MOot03ZsQAEKUIACORdgABvk7shWQM1eZv8Iot4Tc75COwyY6VuREETUm8F9wvmfESugAAUoUIoCDGBj1au3ngl1mX+fWlE+BVurXs/rgVIVXgnBQSY1GBdeVQBi3CfMjQIUoAAFHCjAAO5bFHfkTUAnm6zR24h6zdpkb5krNk5DWWUGz63mIyiztwjsmQIUoIA9AgzgPscRnfuiu+c1U1aJn4WOEXeZtstGg+r2D6Cys0nXHYh6PdkYnn1SgAIUoIB9AgzgREt3+CEAJt/zSjuintxfWVwVvgSCn5kuPV9DaErEBhSgAAWcIMAATloF9cDdsRnQ8rSLI/FfoGPEJTldQHe4G0D6uoA1iHr3yGldHIwCFKAABYYkwABOZcvs+cpxRGM+YOQHQ1K3ulNV+B4Ivmi6W1QmAJ61pu3YgAIUoAAF8i7AAB5oCdztmwAZZbI6zyHqPTz7K6ij4I5sMh9HlyFac5x5O7agAAUoQAEnCDCAB1qFqvBJEDxgukAis9HhaTZtN5wG7sjrgO6TvguJIeoxOz09nCq4LwUoQAEK2CzAAB4MtDr8ChQHmni/h6h3d5vXpL+76sghUH3etH+JfQcdI683bccGFKAABSjgGAEG8GBL4d40EahYbfqcaJXL0Om5OSsr6g5vBpD+ZRHAFkS9ZqfLs1IeO6UABShAgaELMIDT2bnb/wzImSa8nYh6PIDEh74MA+xZveUqaNl1pn2KHIoOzz9M27EBBShAAQo4SoABnHY5tBLuyBbjxYXpV03uRNTzFVtX1h3pAbTMZNzXEfVMsXVcdkYBClCAAjkRYACbMVdFLoXoTSbNFFHsCnjXm3WX0c/d7csAOca0bdQzGhDjNDU3ClCAAhQoMAEGcCYL5g6/D2CX9B+W8TI6vWYvSchgtMjucOuaDBreg6j3jAzasQkFKEABCjhQgAGcyaJUR2ZB9QXzpq5jEK1+3LxdmhbusBG+ZldW9yDqrRjWONyZAhSgAAXyKsAAzpTfHTYudJpt0vxDRL1jM+1yh3ae8CmI42+m+yu+hU7vz03bsQEFKEABCjhWgAGc8dJsGQt3WQiAy2SXHyDqnZ9xt4kN3eGI8XbitPsKPkCHd9yQ+udOFKAABSjgGAEGsJWlcIdvAXCRyS7d2HZxlBGmmW9VkcUQvdx0h1jXdHSPecW0HRtQgAIUoICjBRjAVpcns0+pD6LDe3LmXWsZ3BHjbUdm67ESUe8nM++XLSlAAQpQwKkCZv/gO7Xu/NXlDl8A4DcmBSgqyuuxter1jAp1h4MAZpr2GfV4AenIqE82ogAFKEABRwswgIeyPO7IakA/kX5XfQPRmn3Nu988Ge7yN03bqdyITs8Vpu3YgAIUoAAFCkKAATyUZfK2T0NMXjbdVeJnoWPEXWnbucPGhV21Jn1FEfWmvzjLtBg2oAAFKEABJwkwgIe6Gu72RwE5Nv3u0o6oZ8Sgbdzt5wJyh2kJLpyKiPd+03ZsQAEKUIACBSPAAB7yUulIuDs+BDT9e3hFbkTHIKeO3eEuAGYP1HgfUe9uQy6TO1KAAhSggCMFGMDDWZbq9hug0mjSRRxRzxhAjJc69G/uyJ2Anm06fFQmAJ61pu3YgAIUoAAFCkqAATzc5XK3bwLE5H28+hSiNUf1D6Wj4I5sNL/tKHW/4RbL/SlAAQpQwCkCDODhrkRV+CQIHjDtpkynI1yz7QEa7vZVgNSbf3L2mryO0HRUNqAABShAAYcKMIDtWBh3+78BmWrS1RpEvXugOnIIVJ/PYNgfI+q9OoN2bEIBClCAAgUowAC2Y9HcmyYCFavNTynja4AuMj9ljXZEvYNfPW1HzeyDAhSgAAXyKsAAtou/KvwXCD5v0p3xuEmzq56BsrJjEXY/Zldp7IcCFKAABZwnwAC2bU20Eu5Ie0YBm37MtxH1TratLHZEAQpQgAKOFGAA27ks1e1XQeW6YXUZjdcCIzYMqw/uTAEKUIACjhdgANu9RO5wKwDfkLqV+P3oGHHqkPblThSgAAUoUFACDGC7l8vdcTQQH8r3tz2Ies2/H7a7XvZHAQpQgAJ5EWAAZ4PdHQkCavZ6weSRFd9Cp/fn2SiHfVKAAhSggPMEGMBZWZPweLjxHgBXRt0LPkKHd+eM2rIRBShAAQoUhQADOFvL6A7fBuD8jLqPdU1H95htT8niRgEKUIACJSHAAM7mMrvDxn2/6d+WpHgFnd7p2SyDfVOAAhSggPMEGMDZXBN3+BEAJ6QdIurlGmRzDdg3BShAAYcK8B//bC+MOxwf9BGVgpfR4T0o2yWwfwpQgAIUcJ4AAzjra9I5Be6elh2GUWxCp3dM1ofnABSgAAUo4EgBBnAulqVm637ocS0FpA5QY8SViHqt3aaUizo5BgUoQAEK5EyAAZwzag5EAQpQgAIU6BdgAPNooAAFKEABCuRBgAGcB3QOSQEKUIACFGAA8xigAAUoQAEK5EGAAZwHdA5JAQpQgAIUYADzGKAABShAAQrkQYABnAd0DkkBClCAAhRgAPMYoAAFKEABCuRBgAGcB3QOSQEKUIACFGAA8xigAAUoQAEK5EGAAZwHdA5JAQpQgAIUYADzGKAABShAAQrkQYABnAd0DkkBClCAAhRgAPMYoAAFKEABCuRBgAGcB3QOSQEKUIACFGAA8xigAAUoQAEK5EGAAZwHdA5JAQpQgAIUYADzGKAABShAAQrkQYABnAd0DkkBClCAAhRgAPMYoAAFKEABCuRBgAGcB3QOSQEKUIACFGAA8xigAAUoQAEK5EGAAZwHdA5JAQpQgAIUYADzGKAABShAAQrkQYABnAd0DkkBClCAAhRgAPMYoAAFKEABCuRBgAGcB3QOSQEKUIACFGAA8xigAAUoQAEK5EGAAZwHdA5JAQpQgAIUYADzGKAABShAAQrkQYABnAd0DkkBClCAAhRgAPMYoAAFKEABCuRBgAGcB3QOSQEKUIACFGAA8xigAAUoQAEK5EGAAZwH9KwNWR2ZDWA2NPYSoiOeyto47JgCFKAABYYtwAAeNqFDOnC3/wmQsxKqWQ3oxYjWPO6QClkGBShAAQokCDCAi+FwqI5cAdWmgaYy98J7frrw+79cWXDT7NHpcGmz1C3/U8HVzoIpQAEKZCDAAM4AydFNqiO7Q3XNYDXWT34Xqx4739FTSF+cviq+5dMKeAIsnQIUoMCAAgzgQj8w3O13AXLGYNMYt/MmtL30+cKepatyFxn37PrCngSrpwAFKJAswAAu5COiOuKHanO6KRxz2Eosu7OxkGcJCFZKbfCThT0JVk8BClCAAVw8x0BV+CUIpqeb0O8X/7jzK6c91lNYkxY3gLKkmtV1jNS9wAvKCmshWS0FKJBGgJ+AC/XwcIcvBPArk/JbEPUcAEiskKapb/lHYhQ+hKI8oe4PxRccW0jzYK0UoAAF0gkwgAvy+NgwAm7PagDj0pfvOhLR6mcKcYoa8gcAzEuuXeeLb/kPCnE+rJkCFKBAqgADuBCPiar2hRCZm7Z0wf3o8J5aiNPrq1lD/k0ARiXMoRuxntGyy8pIIc+LtVOAAhQwBBjAhXYcVEX3gsRaAFSkKb0bkL0Q9Qx6e1IhTFtbZ50E0QdSan1AfMFTCqF+1kgBClCAp6CL6Rhwhx8CcGL6Kcn1iHq+UwzT1pB/FYD6hLkoylz1MvaF14thfpwDBShQugL8BFxIa1/VfixEHjUpeQOinj0BKYrTtNo6cyJEjO+7+49VwetSG5xSSEvHWilAAQqkCjCAC+aY0DK4I8anvr3Sl6znI1rz24KZVgaFasj/VwDJ32dL/CypXXFXBruzCQUoQAFHCjCAHbksAxRVHZkD1UVpy1W8gk5v2vuCC2W6iXWqnl6JtjXtKd97t4svOKIQ58OaKUABChgCDOBCOA5GbRqDzsp3AU0fOCKz0OEJFsKUrNaobbOugup1SfsJFkttcI7VvtieAhSggBMEGMBOWAWzGtzhWwBclL6Z3Imo5ytmXRXyzzXkDwGoTZhDHFswRiYHtxTyvFg7BShQmgIMYKeve+XWerhc/zY5WxGBC3sh4i3qFxZo6+yjIfHHkpZM8aTUBT/t9GVkfRSgAAVSBRjATj8m3O1PA3KESZnfR9R7jdOnYkd92uZfAUXyixkkPl1qV7xiR//sgwIUoECuBBjAuZIeyjjVkdOherfJrmsQ9ewNSOdQhii0fXTD4eMR73oPgCuh9nfFF9yz0ObCeilAgdIWYAA7dv21Cu7ImwAmpC1R5HR0eO517DSyUJiG/HcAODflVPTXpC54WxaGY5cUoAAFsiLAAM4Kqw2dusPfB/DD9D3pM4jWHGnDaAXVhSpcaPMbtyVVJxTegdpgjQjiBTUZFksBCpSsAAPYiUvvCY9HHG8D8KQpTxGP74euEcZzoUtu01b/BRD8JmnigtulNnhByWFkYcKbjtNjKwRnxRU7Gd2r4COX4s81j8qyLAzHLilQkgIMYCcuuztyJ6Bnm5R2C6Lebzix/FzVpKFZxr3Riafo43BV7ibjni3qq8Gz4aun607hLXjy4+duJ76HeaDheiBo8Y7AUXKPfJSNetgnBUpBgAHstFWujvih2py+LNmKqq49sHn0RqeVn8t6tO3gaVDXy8ljynLxNftzWUchj/XWZ3Tk+G1nW0zeLT3oLDesd2GvyY8I78Uu5AOBtedFgAGcF/Y0g1aFX4ZgWtqyROagw7PYaaXnox5tnfUURJO/B1fXMVL3wuP5qKeQxnx75nuP143Z1Y57qFUVN494VC4vpPmzVgrkW4ABnO8VSBzf3X4+IGZX8r6NqGdfQGJOKj1ftehb/pEYCeNMQOJtSSHxBevyVVO2x32iEkviwFGS/hqBbJdhe/8KRFzAk5/uwuds75wdUsCBAgxgxyyKeuCO/Nf0VKDqceis4YUwCeumrTNvgsilSUsp8h2pbb7eMctrQyGPuXEU4lhSbMGbSmMEMVz43DHR3u+kuVGgaAUYwE5Z2qrI9RC9Mm05gofQ4eWngwGQNOTfCqAm4UfdqJ1QI3JPl1OWeLh1PFaJcLGHb5+REcLHdME7XDPuTwEnCzCAnbA67sgEQI0LYSrSlNMNLatHp9toxy1FQNsOPhPq+nPKf75PfMEvFAOWcdpZgc8Ww1wynYMAD/F0dKZabFeIAgxgJ6xadfh+KE5OW4rKQnR6GpxQrlNr0JD/DQB7J9SnUJ0kdcvfcWrNmdZVSp9++Sk406OC7QpdgAGc7xV0dxwBxJ82KWMDopFJwDjjNCu3QQT0g9n7IhY3HkzSf1wrVkldcL9CR3u8ElrocxhK/Ud38Z3lQ3HjPoUhwADO6zppGdyRf3788IN0lVyIqPfWvJZaIINr26wHoZr8PbnKyVLX/GCBTGHAMhnAhbx6rJ0CAwswgPN5ZFRFLoXoTWlLULyCTs9BgJTkJyCry6PrZnhQVr4p5fv0zeILjrbal5PaM4CdtBqshQL2CDCA7XG03suoTWMQrVgNwZi0O4vMQocnaH2A0t1DQ/4fAPjfFIEF4gumv8rcwWQMYAcvDkujwBAFGMBDhBv2btXhn0FxSfp+9C5Ea84a9lgl2IGG/B8A2Hn71AU92IydZXKwIB+ZyAAuwYOYUy56AQZwPpa4cms9XC7ju9+yNMN3woWJiHj5YoEhrJG2zj4aEn8saVfFMqkLHjeE7vK+CwM470vAAihguwAD2HbSDDp0tz8NyBEmLX+AqHd+Br2xySACGvIbL2pIfq62xKdL7YpXCg2NAVxoK8Z6KWAuwAA2N7K3RXXkNKjeZ9LpekQ9EwHptHfw0upNNxw+HvGu95NuSwL+I77gpEKTsBrArgkv4OBJsxw1TRXMX/6EWPqjkrchOWoJWYzNAgxgm0HTd6cVcEeMJ1klvsN2x11EvoQOT+pTnXJaabEMpq0z/wjDM3FTfE3qgmYvvXAUgdUAnn5YVCsrqpz2+/1R8EnZyQosA9iKFtsWmoDTfkELzc9ave727wLyE5Odgoh6nfXRxdosHdVaFS60zYoAWpVQWIf4gh5HFWpSjNUA9h/lzLvWgk9a+yeHAVxIRylrtSpg7bfBau9s3y9Qs3UcelzG247S/cOvKNODEK4puO8onbzU2jbzUqik3m/9K/EFL3Zy3X21LcSNR02rvPwJK7UygK1osS0F8iPAAM6Vuzt8B4BzTYb7DaLer+eqpFIaR0P+9wDsmjDnOGI9PtllpXG7kmO3AJpuEciF0yqvsPS7ygB27JKyMApsF7D0S023IQp426chJsYVuWk22Yry2CS0j9gwxFG4WxoBbfXPguCFpCaKF6QueIgT4RZjsa8HugLA7kZ90yvnWCqTAWyJi40pkBcBBnAu2N3hZgD+9PmrjeioCeSinFIdQ0P+5wAcmhLCs6UuaKyPY7YFWPwVgd4OoLyvKAawY5aHhVDANgEGsG2Ug3Tkbj8HkN+ZDPM2op56QLqzXU4p96/rZoxFWXkIgKvfQdaJrznx1HTeiOZjfnkNRj0M4NjUIhjAeVsWDkyBrAkwgLNG+3HH7vY3AEl8R+2OIypOQqd3SbZLYf+Ahmb9AtBvpFjEnWCjcUn4wyC5oif3sPYhnaegnbCirIEC6QUYwNk8QqojM6Fq9iKFRxH1Hp/NMth3soC2+buh/ad3C8Hnid3NDqPkWTCAC2FVWWOpCzCAs3kEVIVPhuD+NEPEoGX7otNtPJyDW44ENOR35k2yaebPAM7RwcFhKJBDAQZwNrFHbt4JXeXvABg50DCe6s5fRDbuZPJGpGwWWHp9a8hvvARj/0KbOQO40FaM9VLAXIABbG40vBaDfAreb5938NTdc346dp9llw5vAO6dqYCuPXBXVLqN+4ETNo1D4wdm2ocd7f586rELopuqTjDrSwSdE49sveSI+S8uf2LCi/8ya5/4c56CtqLFthTIjwADOBfu7o4jgPgNfbci7f2J9/D3312Fibuvj0Fc+0rtCzwFnYN10JB/E4BRyfmrF0rd8ltzMDwW4OaJgh7jaqraDMZbOQKeIy7GxRGjLR9FmYEYm1CgwAQYwDlcsGnTXtvzDzf/4B9T935n/PZhFQ9LXfCzOSyjJIfSDw8+Az2uu1Im3y6+4IhcgASw+BJAb06+BWrAkeMKXN2IOdcm/rRUA/jZrsC4+Whw9NPKcnH8cIziFGAA53hdtc3/RSjuSRn2OPEFl+W4lJIaTkP+HgBlSZPu1n1kt+VvZhNiPua7azDKeI7zbPNxZKNCjmjE5f9ObVuqAfxyV1O3Qi5oxBV/MPdjCwoUlgADOA/rpSF/6pOx3kbthH1F7onloZyiH1LX+2+HC+clTVTwltQG09+fPUyZABYfBmAZoO4Mulo6D1ecKJAB70ku4QDuo1s2D1ecMJhPBr5sQgHHCTCA87Ak2nbwNKjrpaQXxYtcLrXNqW/syUN1xTfkgLcd1QYrRGB8Ks7KtgCL7hPIaRl03qPQixox13j05KAbA7iXJtaAOdsfz5mBLZtQwNECDOA8LY+2zfw1VBLffLQVVRV7yOjnNuappKIcVtv8r0OxT9Lk4vitjA+en60J34CmaS7A5OUbgABrBHrIXMx936wWBvB2oU0NmDPGzIs/p0AhCDCA87RKuv7wcXB1rQaQeBHQz8QX/HaeSiq6YfW9mXujQt5ImVhMfMGsfooKoOkBACelA1Xgd42Y89VM0RnA26QEovNwxaCP7MzUk+0o4AQBBnAeV0FDMxsBMW5P6ttiiOMAGR9syWNZRTO0hvxbUv7AAcrjZ8rOK+7O5iQXYdFZccifBhmjOw49+UrM/buVGhjA27QU2tWIuVVW7NiWAk4VYADncWVUZ1SgreJtQCcklPGM+IJH5rGsohhaW2d+HSK/TpnMFvEFk+8DztJsA2gyLqjb4ZOaAC/Nw5wZVodlAPeJyZ8bcMWXrPqxPQWcKMAAzvOqaKv/FAj+llSGyilS12ycxuQ2RIF83XbUV24ATcYn3IFestHTgDkVVqa16TM6aeXjYulhLcXyJKw//ncrQuOtvaxqiYziv2tWDjC2zZsAD9S80fcPrCH/0wCOSCjlbdT21Ius5PuBh7A+2ua/B4ovJv9RgxapC04dQndD2mUhFh6icD0/0M5lwLlzMOf3mXYcPkGfa35CDs20vdGuWAJ49Ld68H+LwlambnxT/O4SGbmnxZ3YnAI5F2AA55x8xwF1vb8eLhgvCUh8UESj+IIBB5RXUCWo8ZpB43WDKZv4gjk/1gNY3DHIPcAvNGDOIZnARk7Qs+KKPwWftFZ+sQSwMY+bvtOBf3zKyt+iunKJjP5kJr5sQ4F8Clj7rc5npUU+tob8PwOQ+GakrYhXTpLxz24o8qnbOj0N+f8DYGJSp1m+7WiwCQSw+AlAjxrg5xmfhm4/XnvnU8oB3FYXx2W/bc/4OOEp6Iyp2DDPAgzgPC9A3/C66bAx6Ox+N+Wq3V+LL3iRQ0p0fBkfP+Ak9f7bHvEFLX3natdEF2HRKXFI8vf7/Z2f1oA5g/2st1X7cXotBN8x/ncpB7Ax/3+ufSl8yKqDku7//Ry2bga0OnG9BHr9gzK614wbBZwuwAB20Appq/9yCBYnlKSIYz/elpTZImnIb3xZ6ElqnYPbjtJVF0BTJ4DKAdo81YA5A3063t60/Xjd/vamUg/gWLyna9Syiu23H52omy52QX6Z4tqzREbl5Y+tzI5QtqJAsgAD2EFHhOrpZWhb8zqAvRLK4m1JGayRrp/dCFfvKx/7N8VGqQvulMHuWWsSwKLnAdnh+16FRhsxN+nTW2IR4eP1Lwp8vu+/lXoAGw4C3OddKl8w/vfndLNxaXTSv18xxA57RHYa8MK3rC0wO6bAMAQYwMPAy8auGvIfC+DRpL4Fp0tt8N5sjFcsfWrIv+N9t13R3WT3V00f85hNgwW48WxB/M6BxhDED52Hef9I/Vn4szoDPWhWYPsTuxjAvWnbg3LMOmPJlh8IkPIKT9mwREZm8p7lbC43+6aAJQEGsCWu3DTWkP9hAJ/pH03WYMuYvWXyI8bpTG4pAgPedgR9RXzLpzsBK4Am4xLegR5/+UgD5pyYWuPW43WlAAcl/ncG8DYNBV760t+3JNkY/30JRlZCxMql0k44NFhDiQswgB14AGjb7L2gceNUdP9tSarfk7rlP3FguXktSfX0GrSt2ZpyxkClNuiY5wUH0LQcwMEDQIUbMKcm8b+HT9CLVZH63WbJX4SVaHTrZVE8dmLX9v+kwEMPyajP5fVA5OAUGIIAA3gIaLnYRdv8TVBckTBWBPHKPXlbUrK+tvnXQrFb0n9V3CR1wctzsU6ZjBFAk/HWq9THYn78ia7nwEY0GveA927tx6vxNqzRqf3yE3C/SMSruOAv2//m0iUyyjF/bGVyPLANBfoEGMAOPRZ0w6EjEOt5F4KEWy/kDvE1J79Y3qH156IsbTv4CKjLeIpY4tYlvqDjHtY/2LOhFfrXRsztvdgqfII+pIodTkkbP2MAJy/yywd34/ofdSAO/cbDMvqWXBy5SWl9AAAed0lEQVRvHIMCdgswgO0WtbE/Dc36JqA/T+pS4tOldsUrNg5TsF1pyB8BkHwlseCzUhs0vkN31BZAk7FmBw5Q1OYGzBmtJ6kn3IVBn7nIAN5R7ry/bem8t3qU21ELzWIoYEGAAWwBK9dNP74tyTg9WZ8wdlB8wVm5rsVp4w142xFkg/iaHXklbABNlwK4aSDHOLr3uuT4xpUABn1TEwN4Rzl1YeuIR2Sk045N1kOBTAUYwJlK5andgKdZVc+WuuWDvW82T5XmdlgN+Xe4DxSbesbJPis/yG0lmY2mUNdCLO5JvXfV2PuwfT/1z/32mHZAup4YwAPrSBzf8y4TXpyY2WHIVg4TYAA7bEEGKkdDfuORhack/Gw9tuw0sVRvSxrg7VHG/SlBqXP2mYEAFq8CNPFsRu+Sfv3Yb6PcNdBdSv0rzgAeJICBqHepDPpAkwL49WaJJSzAAC6Axdd1MyagrNx4H2zCY/bkB+Jrnl8A5dtaor4xYyxGl6e+oELF55zbjgab8EIsvkqh1yX+fL8J03DYlE+ZGlkNYNMOC6RBJm91EuDb3qVivMyEGwUKSoABXCDLpaFZ1wN6ZX+52glXbKKMW7m+QKZgS5ka8hvzrUvqTHGN1AW/b8sAWezkbtxduRbrogrd/nt31mFfxWhv0jsGBqyAATz4wijwxoilsm8Wl45dUyArAgzgrLDa32nvbUnx7tWAjEvo/U/iC55t/2jO7HGQ78M7pW55wVwJG0DTmwAm9wlfeOy3UWZy+tloywBOe0xGa3ga2pm/tKwqrQADuIAOEG2d+TWI3Jr86U9mSV1zsICmMeRSNTQzCkjyPb4SP1JqVzwz5E5zvOMCNM0X4P/6hv3G8YnPWhm8GAZw2oXSmqXCh3Hk+FjmcMMXYAAP3zBnPahC0OZ/CcC0hEFfEV/QEc88ziaEtvp/BMHVSWMI1kttcJdsjmt33/Mxv2YERm/pOw3NAE4vnMl3wEYPNUuF/5bZfbCyv6wL8KDNOrG9A2jrLD9Em5ODSM+T2uV32DuSs3ortNuO0uktRNM7CuxptGEAM4Cd9ZvGanIpwADOpbZNY2lo1t2Ant7fnW5ALLan7LLSeDJU0W3a6m+GwJ/y6fcpqQ2mfaG9UyECWHQDII0MYPMV4idgcyO2KFwBBnABrt2225LK3kz6PlRxrdQF/6cAp5O25EK+7WiwiS3Cop3ikA8tBfBTZYAazx4poU1c8H/KeM2z+cZT0OZGbOE8AQaw89Yko4q0beY1UPlewqfgTsRie8suK9dk1EGBNNKQ37jnd2xSuXHXlTL+hQUFMoUBywxg8VpAd8v0FPQ/g/XoiLxWyFO2XHu1ZwoO8Ldksh8vwspEiW0cJ8AAdtySZFaQrpvh+fjhHOMT9viL+IJfzKwH57fSNv+JUDyUUmmH+IIe51efvsIAFt4EuC696NhL4XL1v/Y53V7BUvoUbOHTL4CumqUpV8cX+gHC+ktCgAFcwMusIf85AH6XNIUCuy0nHb+G/MZb1xOe/mU8SbmwbjsabH59p6G/dPhXMcpj/iAOo58PWu/E6tfPLf5T0eLCpH1/h7F1X870t/OtmqWyd6aN2Y4CThFgADtlJYZYh4b8L6fcltSC2uB+ItAhdumI3bTVfyMElyX/cYG1Uhuc4IgCbSgigKbWnbw7+844zPg7KvOt93R0xxvFF8TiQnX1Ppmedt4OVtGF/aqelFWZC7IlBZwhwAB2xjoMuYoBb0tSuUjqmn895E4dsKO2+eMw7ntO3GonjBC5p90B5dlSQgBNxovkL/r6Md9CeVnyB31bBiiNTiI1S8VbGlPlLItNgAFcBCuqoZl/ACTxfF0UIncB6C7I6cXxBYgmn5cV3Cu1wYRbrwpyZklFN6FpfAxYd8CE6ThkypGFP6F8zCCOK2qWyY35GJpjUmC4Agzg4Qo6YH/9YPauiMXfAlCkr2XTuPiWZ3alkgPWw0oJATT1XuV9/tHfRFV58lM2rfRTom031SyVzL5AL1EgTtvZAgxgZ69PxtVpyG+8ju2SjHcoqIZyvfiav1NQJWdYbABNxkV05xjvAzbeC8wtc4GNW+DZ/QXpyHwPtqSAswQYwM5aj2FVoyG/8SSs4vsULLJEaptPGhaOQ3e+ATdMcqHCeNcz/HsfiukTD3Zopc4qKy64buTf5bvOqorVUMCaAAPYmpejW+uGw8cj3nU9FC2AfuDoYtMWJwdDcFFKk+PEF1xWuHMavPIAFn8EbPvO+4ipn0b9bgcU4zRtm5MIbvH+Xb5hW4fsiAJ5EmAA5wmew6YX0JDfeOFE4vOf30bthH1F7sns2YQFBBxAk3HB3Bl9JR/0CT9mTp5l3PRcQLPISakqiv/1PirX5GQ0DkKBLAvwNzzLwOx+aALadvA0qMt49WL/Maq4QuqCRXfF6wIsOEBQ/mqq1Pmf/iaqKnhhluGiwMYRS2WnoR1N3IsCzhRgADtzXViV8Y9u28xfQ+XrCRhbUVWxh4x+bmOxAQWwaAsgI1LnNWvvw9+dPnGGTwF3sc05k/kIEEUcP/Iuk59k0p5tKFBIAgzgQlqtEqtV1x8+Dq6u1QASgkl+Kb7mbxYbRQBN9wM4eYB5dTVgTtXNf+uIHb+k0jU25EJFNyAF/ZyztKtnzKxTgXddwM3epWJc3c+NAkUpwAAuymUtnklpyD8PQCBhRoo49pPxwYxek1MoEgux8BCF6/mB6n1p+cl/2XLw2C+k/CyyREZZfgKUBlY9DsinAfmPNEyZlNinLvjXATjxx69i7DvJQ0l8utSueGWolgvR9I4Ce66+7pNYe9UOF5gNaR5DrYX7UcBJAgxgJ60Ga9lBQHVGBdrKjbDdK+GHz4gvWHSPjgqgyXjM5g6h+pResIPLenTtslLGrbd6yGjgtQig1VC9VhqnJr0/WltnHw2JP5bUp8rTUtf8Kavj9LWfj/k1IzB6i0LFznkMtR7uRwEnCTCAnbQarGVAAd0w87OIy5KUH35RfMG/FBNZAE1/B3B84pyW//vziEwdnTJNeXOJjNzH6tx14WuHQHXbp+x2HSHzpyY9V1tD/lYAvoR+49iCMTI5uMXqWH3tF6BpvgD/N+A84vr2krLRk4faN/ejQKELMIALfQVLpH4N+R8FcGz/dGUNtozZWyY/0lksBKmnobvHe/D8urN2mN4SGTWk31td2PIQFCcCWCsN9UlvldK2WVdB9bqkwborfym7PTus79sDaHqze7xnsp3zKJb15jwoMKRfZLJRINcC2jZ7L2j8dQD9z4RWuVrqmn+c61qyOV4AizsA7b3i+dmt5yBWk/yWpPG3vRXZ52vPDekT6WXXHu2rqCiTV/6xNvz4fa9t7ZuHqyqGy1bfW1dWEe+fWk8VVn7ju+1PPfjGMN4+pca/L76B5rHz0vf/eccJ9Qdm05J9U8DpAgxgp68Q69suoG3+JiiuSCCJwNWzl4xbafm7UKeyBrD4CUCPavvSJ9DyxwG+eh3i1c97bujGzb9v6532ly4Zj3a3azvBd7f8EId0PpdM8uw30brxEFz4tcQz0kNUS/lXRmKKo8pv23ku5n40xB65GwWKQoABXBTLWBqT0A2HjkCs510IEt+A8wfxBa290d7BXIuw6JQ45G/GBUu/vrUVvi0xxETQ+1lyGFtZXOHS3gdaoKcsobOaDag4uTGpZ91SB7n/2t7/1p3Ydojjl8e197apL19Shy3VZZh65pNbr7/71JFD7I67UaBoBIb5a100DpxIgQhoaObFgPwyOTFkltQ1BwtkCqZlBtCkRgA/sPD97D+M8qSrgdHvJ9f0wE+AzeNN67Ta4J8TqnD1aTvjyIrf/qMBVxxqdX+2p0CxCTCAi21Fi3w+qhC0+f8NoD5hqq+ILzi9WKYeQFPrM5Gv+g7Y0I3v3v8RPF3bzjuHq1x4dUIV4v1njzOacnWXYsY70d62yye50VW+7dd+p9ErUb/3gqQ+Ptp0EFrevBL7r+3EqEgcHZWClROtP4Rrwoc9mPBB9/a+39upHN8834dPyW2ogGv/y3G5sYbcKFDSAgzgkl7+wpy8th18BNT1dFL1oudJ7fI7CnNGO1YdQFPspeDJrq0H7YQLHvwAp/ynu/fTcJcLuO6Tbqzauf9aNLM5X/pqJw5b14MtlYILj/Zsb377zufBI8YbLLdtMZThvA/uQBcq4W/twdyXO3tPWZ/9GS8SLs8yGw6Lnu3Aru3b9ugR4PvHj8KqfTzGJ1+jvxcbMYfvXDRVZINSEGAAl8IqF+EcNeS/B8AX+6emGxCL7Sm7rOxPlAKfdwCLHwR0CoDnpkwbHz/+rP2+XFbuqjSm9d7qj169+xcrUu+NHnDGl157zNyKirLq99/Z+OpdP1veu88pdzx79KQT3jdeubR9e+P+3Z976KJDt/9hM2fB8d8VgetfzWuXLbu3ZbkZ5z7T6nb9zNkHnOtySe9n9PCWzg23/PCpXylwpALjXXBdNg+XP2zWD39OgVIRYACXykoX2Tx13YwJKCt7E5D+1wUprpO6YNG+pF3vXlWJd/EERPq+P12LcvfBcsUnQoMtrza1jEcM63p/Ho/tJVfuv1rf8o/EKHwIRXnCfh+KLzg2sR8NrHoBECOk/ykN6W8Z0kWv/wzx+CW9+4vxQVevlHlTEx8hWmRHIKdDgeELMICHb8ge8iSgbf4fQXF1wvDdiPXsJbusXJOnknIyrAZajKC7GYDxSbMHqudL49Q/DDS4Blp+DcB4o9RH0lC/s9FGW/2PQhIfamL8R9cxUvfC40kB3PTGOYjFfmdEN+ZNqRCRHc5E6/wna1DjexNA31VbWxGNTZWr91+bEwwOQoECFmAAF/DilXrpum6GB2Xlbyf842+Q/E18wdOK3UYXvDoRUrECQG+oQvAw5k45KTUkNbCqFRDjZt4/SUP92R+/Z/nlFJ9BL2LTQItxJVU5VC6SxilGmG/fNPD6F4H4XR//IWDc4/SwNNZ/ttjtOT8K2CXAALZLkv3kRUBDs74MaPKnP4kfKbUrnslLQTkeVBe03AdB3x8cG6E4Qhrre68w1kWrdkJcPuwtqe/0c8hvvN7xE4k5ClflrjLu2QEfZqKBlhcBzIDgRZlXv/3iKV3Q8hCk97GWRvrHATlTGva9N8fT53AUKGgBBnBBLx+L7w2akL8ZgD9BowW1Ew4QuSdWCkK6cNXpULkTQEVvGCqulsYp12pg1U2AXApgszTUj9ZW/wUQ/CbJRPVPUrf87MGcdOFrF0PVuO+6RxrqK/Saf+0Od5kR8B8/SENDGNGxj1z8yc2lYM05UsBOAQawnZrsKy8CA55WFXxbaoMl8zJ3nf/iWNR4Xtj+2kbBi4jrLhDZBcB90lD/BQ35jSvEq/sXSTpR2+wRGfwuI1V1YeFrxmlo4/vmP0FwFox7sXv/8pHbpXHKju9KzMtRwEEpUHgCDODCWzNWPICAhvy3Azhv+48UG+GumCSjn9tYSmC6oKUJLrkcmvDwSo0diHO//i0AFyVZiF4mtcuNi7nSbhpo+SeA/fsbaQ/irmPkyinJ92KbdcSfU4ACyb+C9KBAMQjo+sPHwdX1XwD9T5pQ+anUNRunYEtq08C/DwNcT2w7JQ2g5oNf4rRGI3wTn6H1vviCu5nB6A0vT4PL/SKgfU/+eAPzpkwVkZI4vW/mw59TYDgC/AQ8HD3u6yiBAd5pG0McB8j4YIujCs1BMRpoeQfAnr1DnfBjYJxxsXjCppgtdUHju/NBN12waiFE5ibvFz9ZGvd7MAdT4BAUKHoBBnDRL3HpTFB1RgXaKt4GNPFl88+IL3hk6SgAvQ/sWCvR3u9q91xxNw7/+Rkp839efMHDBjPRu/9RjXdHvQmRbZ+QBRFovBVwfQLQJ6Rh6tGl5Mm5UiBbAgzgbMmy37wIaKv/FAj+lvJp71SpC96fl4LyMKgubPk+FD8E0IFzLtgIqHEh1rZNXcB9Cx+RSw75+Bai5AJ14aqToa77tp9yFjwr8+qP0MBr/wPojwHpkIYp/af58zA/DkmBYhFgABfLSnIe/RkT8hsXBx3RTyJrUNu9l8jK/tfzFLGXBlreALA3DvzrGzjggX2SpvrmUUDwXOM/fQiRQ2TeFOMpVtuyOdDyFwCf7/u/gJ4jDVON25uSP1WLHCrzpvyjiAk5NQrkRIABnBNmDpJLAV3vr4cLxpW7/a8MEvmO1DZfn8s68jFW7+nnNRKFq0fw5Yu6Ad12Ida2rR2/u+2bEDGuGDeeAx2Hq6wBHV1/RJXrdUBGf9zuA1RW1MtlkzckzkEDq94GZBKAh6Sh/nP5mB/HpEAxCTCAi2k1OZftAto662aIfjuBJIJ45Z4y/tmkUCk2Ml30xhzEY4twxM/j2GNF8puDJX6W1K64Sxf/x4eeqPEYy913mL/oH2Xe1C8P5KKBlh8BuBqCdplXP6LY7DgfCuRagAGca3GOlxMB3XTYGES7V0MwJmHA34oveH5OCsjTIL337NZs2B+nXmlcPJWwyWrxNe+V9Il24WttUB3X/1eLXCqNU346WOk6f1UNamRr7881dqA07m+cZeBGAQoMUYABPEQ47uZ8AW3zfwuK5ECR+HSpXfGK86u3XuH2p1Z97n9dGJPyMqIy1xQZ+8LrvdkZeKse2vUyRHrfLWz8p95rnY3XCKpeLw1TB32lowZajHut9+h7upb1KrkHBSjQJ8AA5rFQtAKqp5ehbY3xKa0+YZJB8QWTXkRfLAC9z23e9eVf4qgbU6e0VHzBE3qTduFrP4Fqf8CKXIua8DXY6nkOwPSP4/gNhDtnyfzpm1I70oWvLYBqQ9/zpYvFjvOgQD4EGMD5UOeYORPQtoOPgLpSHpkoXxFfc+/VvcW09b656MxLZqCyo39agh709IzCr17sQc1rxifgiR//MApUzJCGydsfUqILXvsuBNdsu1cJXXDpGTJ3atLtWwO9YamYDDkXCuRSgAGcS22OlRcBDfn/CuDUhMHXI9azl+yy0ng5QdFs+tiPYth/SfKFV4rr8PvbH4fg79uvChcsl3n1iW+P2m6gC1r2g8B4lWPfd+d3S0P9mYlIGmh5D8CuELlT5k35StEAciIUyLEAAzjH4Bwu9wK6bsYElJUbz2LsvyVHcI3UBr+f+2qyM6L+Yvl5OO3y23tfzdu/bcYfbnsIKn2vG1TEcZFcWX9ruio+/i7ZCOxjt7XTNmjPLGk80Hi8pXEa+2Zo7xXmH0pD/djszIi9UqD4BRjAxb/GnKERGq3+ayH4Tj+GdiIW21t2WbmmGID0X+d8hNo3E6/4Bp761las/WTf7UIbUVmxT+q9vWmDONDydQDGu4CN+6mNZL9UGup/nnQaugy7yJz69cVgyDlQINcCDOBci3O8vAjouhkelJX9F5D+226Ae8UXPD0vBdk4qH4we1/E4q8ldblpN+BB47bd3q33fcBDGVIXvr07tCsIYPy2D8N4GnvocViDNYD4ANwqDfUXDqVv7kOBUhdgAJf6EVBC89e2mV+Fym+TpizxI6V2hfGdZ8Fu+t6R61AR3RaQvZsAf70eaK+NQeKfl3lTHxju5DTQ8jsA53zcTztUl0HkNEBD0jC1brj9c38KlKIAA7gUV72E56wh/8sApiVk1Vq4cCl6ChRFYLzVyLgtqH9792Dg6UvWYI9N+8oZhyRcEj28OeoNr58AV9x40UXV9nuHjS5durPMnfrR8Hrn3hQoPQEGcOmteUnPWNfPnglX3DilWpxbrAK485ZF0jh1XjYmqDe9NRJd3c8D2K//jxi9ReZN/UY2xmOfFChmAQZwMa8u5zaggLbNehCqxfkygQ/3XCD1d12Z7aXf/lxoYyDVLmmcanwq5kYBClgQYABbwGLT4hDQ0IxJkPK3el9YX1xbRHxBb66mpNevOhplshSQJ6RhynG5GpfjUKBYBIrtH6BiWRfOI8sC2jrrMoheBcB4R3ABPxtaJ0BlKoCtGFF+gHifX5dlOnZPAQrYJMAAtgmS3VCAAhSgAAWsCDCArWixLQUoQAEKUMAmAQawTZDshgIUoAAFKGBFgAFsRYttKUABClCAAjYJMIBtgmQ3FKAABShAASsCDGArWmxLAQpQgAIUsEmAAWwTJLuhAAUoQAEKWBFgAFvRYlsKUIACFKCATQIMYJsg2Q0FKEABClDAigAD2IoW21KAAhSgAAVsEmAA2wTJbihAAQpQgAJWBBjAVrTYlgIUoAAFKGCTAAPYJkh2QwEKUIACFLAiwAC2osW2FKAABShAAZsEGMA2QbIbClCAAhSggBUBBrAVLbalAAUoQAEK2CTAALYJkt1QgAIUoAAFrAgwgK1osS0FKEABClDAJgEGsE2Q7IYCFKAABShgRYABbEWLbSlAAQpQgAI2CTCAbYJkNxSgAAUoQAErAgxgK1psSwEKUIACFLBJgAFsEyS7oQAFKEABClgRYABb0WJbClCAAhSggE0CDGCbINkNBShAAQpQwIoAA9iKFttSgAIUoAAFbBJgANsEyW4oQAEKUIACVgQYwFa02JYCFKAABShgkwAD2CZIdkMBClCAAhSwIsAAtqLFthSgAAUoQAGbBBjANkGyGwpQgAIUoIAVAQawFS22pQAFKEABCtgkwAC2CZLdUIACFKAABawIMICtaLEtBShAAQpQwCYBBrBNkOyGAhSgAAUoYEWAAWxFi20pQAEKUIACNgkwgG2CZDcUoAAFKEABKwIMYCtabEsBClCAAhSwSYABbBMku6EABShAAQpYEWAAW9FiWwpQgAIUoIBNAgxgmyDZDQUoQAEKUMCKAAPYihbbUoACFKAABWwSYADbBMluKEABClCAAlYEGMBWtNiWAhSgAAUoYJMAA9gmSHZDAQpQgAIUsCLAALaixbYUoAAFKEABmwQYwDZBshsKUIACFKCAFQEGsBUttqUABShAAQrYJMAAtgmS3VCAAhSgAAWsCDCArWixLQUoQAEKUMAmAQawTZDshgIUoAAFKGBFgAFsRYtt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